(c) With po = 1, find p2, p3 by The Method of False Position (Use the pi obtained by Newtons iteration. Show details of each iteration. You are NOT allowed to use your computer code).

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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c)

Let f(x) = x? – 3.
Question 3
(a) With po = 1, find p1, P2, and p3 by Newton's iterations. (Show details of each iteration. You are NOT
allowed to use your computer code)
(b) With po = 1, find p2, P3 by Secant method (Use the pi obtained by Newtons iteration. Show details of
each iteration. You are NỘT allowed to use your computer code).
1, find p2, P3 by The Method of False Position (Use the pi obtained by Newtons iteration.
(с) With po —
Show details of each iteration. You are NOT allowed to use your computer code).
Transcribed Image Text:Let f(x) = x? – 3. Question 3 (a) With po = 1, find p1, P2, and p3 by Newton's iterations. (Show details of each iteration. You are NOT allowed to use your computer code) (b) With po = 1, find p2, P3 by Secant method (Use the pi obtained by Newtons iteration. Show details of each iteration. You are NỘT allowed to use your computer code). 1, find p2, P3 by The Method of False Position (Use the pi obtained by Newtons iteration. (с) With po — Show details of each iteration. You are NOT allowed to use your computer code).
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